Digital filter synthesis based on minimal signed digit representation

As the complexity of digital filters is dominated by the number of multiplications, many works have focused on minimizing the complexity of multiplier blocks that compute the constant coefficient multiplications required in filters. The complexity of multiplier blocks can be significantly reduced by...

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Published inDesign Automation, 2001 Proceedings pp. 468 - 473
Main Authors Park, In-Cheol, Kang, Hyeong-Ju
Format Conference Proceeding
LanguageEnglish
Published New York, NY, USA ACM 2001
IEEE
SeriesACM Conferences
Subjects
Online AccessGet full text
ISBN1581132972
9781581132977
ISSN0738-100X
DOI10.1145/378239.378564

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Abstract As the complexity of digital filters is dominated by the number of multiplications, many works have focused on minimizing the complexity of multiplier blocks that compute the constant coefficient multiplications required in filters. The complexity of multiplier blocks can be significantly reduced by using an efficient number system. Although the canonical signed digit representation is commonly used as it guarantees the minimal number of additions for a constant multiplication, we propose in this paper a digital filter synthesis algorithm that is based on the minimal signed digit (MSD) representation. The MSD representation is attractive because it provides a number of forms that have the minimal number of non-zero digits for a constant. This redundancy can lead to efficient filters if a proper MSD representation is selected for each constant. In experimental results, the proposed algorithm resulted in superior filters to those generated from the CSD representation.
AbstractList As the complexity of digital filters is dominated by the number of multiplications, many works have focused on minimizing the complexity of multiplier blocks that compute the constant coefficient multiplications required in filters. The complexity of multiplier blocks can be significantly reduced by using an efficient number system. Although the canonical signed digit representation is commonly used as it guarantees the minimal number of additions for a constant multiplication, we propose in this paper a digital filter synthesis algorithm that is based on the minimal signed digit (MSD) representation. The MSD representation is attractive because it provides a number of forms that have the minimal number of non-zero digits for a constant. This redundancy can lead to efficient filters if a proper MSD representation is selected for each constant. In experimental results, the proposed algorithm resulted in superior filters to those generated from the CSD representation.
Author Park, In-Cheol
Kang, Hyeong-Ju
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Snippet As the complexity of digital filters is dominated by the number of multiplications, many works have focused on minimizing the complexity of multiplier blocks...
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SubjectTerms Applied computing -- Physical sciences and engineering -- Electronics
Computer science
Computer systems organization -- Embedded and cyber-physical systems
Computer systems organization -- Real-time systems
Computing methodologies -- Artificial intelligence -- Computer vision
Computing methodologies -- Computer graphics -- Image manipulation
Digital filters
Digital signal processing
Energy consumption
Floors
Hardware
Hardware -- Communication hardware, interfaces and storage -- Signal processing systems
Permission
Signal processing algorithms
Stability
Throughput
Title Digital filter synthesis based on minimal signed digit representation
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